This is an animation I made inspired by the Numberphile video "Sandpiles". Every square can hold up to 8 'sand' and once it goes over that it will topple in a knight's pattern.
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Possible Aperiodic Tiling with one connected shape?
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My roommate and I did some research on the superabundant numbers over the past year and put it all into a video!
/r/math
I redid my video on Laplace transforms thanks to the feedback from this sub, hope this is helpful!
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Lolli-4-Polytope-pop
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Predators and Prey - Numberphile
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I wrote a few DFT functions in C#/Unity last night and applied them to a 1000-point line-renderer. I'm a math noob so this felt very good! (More in comments)
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Iterating the Average of a Function!
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Hamming codes, h■w to ov■rco■e n■ise.
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3blue1brown - Hamming Code Part 2
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Why is there no equation for the perimeter of an ellipse‽ [Matt Parker]
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How did Ramanujan solve the STRAND puzzle?
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There already was a different concept called an arithmetical lattice
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I don't know if you guys know about #megafavnumbers, but here is my video. It would be great if one of you could find a better number than I did!
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Rendering Hyperbolic Spaces - Hyperbolica Devlog #3
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MegaFavNumbers - 2,147,483,647
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John von Neumann Prize Lecture: Nick Trefethen, “Rational Functions”
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Gabriel Lamé's Theorem: A running time analysis of the Euclidean Algorithm - First practical application of Fibonacci numbers... This is the third video, continuing from 2 introductory videos related to Fibonacci numbers. Feedback is much appreciated :-)
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Do Storks Deliver Babies? - Numberphile
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[OC] How local message passing between nodes leads to pleasing graph layouts
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The Brussels Choice - Numberphile
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Why I love 808,017,424,794,512,875,886,459,904,961,710,757,005,754,368,000,000,000
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569936821221962380720 - Numberphile
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I made this app during my internship at a company. Wondered if people are interested.
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[OC] Mathematical Sculptures: generate custom parametric surfaces
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I'm working on a JavaScript library that lets you declaratively build and animate interactive math visualizations
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Transparent rotating Menger Sponge
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Squares and Tilings - Numberphile
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A farey sequence visualization. It shows how many steps did it took for the sequence to arrive at a specific fraction. Red = small no. of steps, black - large number of steps. The image goes for ~700 numbers
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The Mandelbrot Set - Trajectories of the orbits on the real number line.
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